Titlebook: Aesthetics of Interdisciplinarity: Art and Mathematics; Kristóf Fenyvesi,Tuuli Lähdesmäki Book 2017 Springer International Publishing AG 2

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Mutual Control and Mutual Dependencyree paintings is based precisely on these geometrical ideas, and so reveals hidden layers of meaning within them. In this paper, based on her diary, her book on Hindu sculptures, and a detailed look at the triptych, we discuss the remarkable geometric principles which lie at the root of Indian templ

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Bridging Art and Mathematics: Introduction,. These discussions remain active and pertinent today: the aforementioned relations are explored in various scientific communities, journals, and at conferences. Globally, numerous scholars and artists share a common interest in combining creative thinking, intellectual curiosity, and aesthetic sens

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The Geometric Expansion of the Aesthetic Sense to an incisive pursuit of truth, fields of deep inquiry to which traditionally genius flocks, to which the most high-temperature intellects over the centuries devote their energies. But even so, they are also disposed in diametric opposition. The truths they tell are not merely different—their trut

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The Unreasonable Attractiveness of Mathematics to Artists and Scientistsometimes described as ‘beautiful’, or a particular proof may be deemed more ‘elegant’ than another. But it is far from clear how mathematical objects such as theorems or proofs could function as bearers of aesthetic value. Thus, an air of mystery surrounds these invocations of ‘mathematical beauty’,

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Interdisciplinary Application of Symmetry Phenomenatry phenomena play an important role in these considerations. Therefore, the chapter first introduces the most modern interpretation of symmetry. In this course there is discussed what is the common in the different geometric appearances of symmetry (e.g., mirror reflection, rotation, translation, s

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Cultural Insights from Pattern Symmetries patterns. This chapter contrasts the difference in cultural insights gained between pattern studies that simply describe patterns by motif type and shape and those that describe the way motifs are repeated by plane pattern symmetries. Culturally produced patterns can be described in many ways, each

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